The top of a tree makes angles s and t with Points K and L on the ground, respectively, such that the angles are complementary. Point K is x meters and Point L is y meters from the base of the tree. In terms of x and y, find the height of the tree. Include your work. If s = 38° and y = 3 meters, calculate the height of the tree, rounded to two decimal places. https://dw6y82u65ww8h.cloudfront.net/organisations/328/da1e032d-5797-4429-bcec-e2b4b1254014/img_geou05l21_10.gif
@Dude
Or @darkknight
Including image to draw |dw:1607460851354:dw|
Sorry for the late reply Starting out, fill out what they gave you |dw:1607460888067:dw| The questions asks to solve in terms of x and y We have an angle s, angle M (90 degree denoted by the box) side y and solving for h They told us s and t are complementary (Add up to 90 degrees) What would angle t be?
it's ok, and I think angle t is 52 degrees
Right I am assuming you know some level of trigonometry, right?
a little bit but for me trig is really hard
That's okay! We want to use the sine rule, are you familiar with that?
i am not
Is this content outside or your class or something you don't understand? I don't want to introduce new ideas if you were not taught it
its something I learned in class
here is what i was given
Got it The question asks you to find h in relation to x and y |dw:1607464087051:dw| Use the similar idea to the one above Which trigonometric ratio uses a side that is next to (adjacent) and a side opposite to the angle?
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